摘要
在这份报纸，我们学习半导体的 1-d quasineutral 飘移散开模型的起始的边界价值问题的全球性光滑的答案的 asymptotic 行为。我们证明这个问题的光滑的答案(到平衡的结束) 收敛到唯一的静止答案。
In this paper, we study the asymptotic behavior of globally smooth solutions of initial boundary value problem for 1-d quasineutral drift-diffusion model for semiconductors. We prove that the smooth solutions（close to equilibrium）of the problem converge to the unique stationary solution.
基金
Supported by the Financial Project of Key Youth in College of Henan Province
关键词
准中性漂移扩散模型
整体存在性
唯一性
渐近行为
quasineutral drift-diffusion model
global existence and uniqueness
asymptotic behavior
